Search
Search Results
-
Functionally Analytic Method for Modelling Axial-Symmetric Flows of Ideal Fluid
In this chapter, we continue to develop a functionally-analytic method for effective solving of boundary problems in a meridian plane of a spatial...
-
Desingularization of generic symmetric and generic skew-symmetric determinantal singularities
We discuss how to resolve generic skew-symmetric and generic symmetric determinantal singularities. The key ingredients are (skew-) symmetry...
-
Leavitt Path Algebras in Which Every Lie Ideal is an Ideal and Applications
In this paper, we classify all Leavitt path algebras which have the property that every Lie ideal is an ideal. As an application, we show that...
-
-
Symmetric Semi-perfect Obstruction Theory Revisited
In this paper we survey some results on the symmetric semi-perfect obstruction theory on a Deligne—Mumford stack X constructed by Chang—Li, and...
-
The isomorphism problem for ideal class monoids of numerical semigroups
From any poset isomorphic to the poset of gaps of a numerical semigroup S with the order induced by S , one can recover S . As an application, we prove...
-
Ideal free dispersal in integrodifference models
In this paper, we use an integrodifference equation model and pairwise invasion analysis to find what dispersal strategies are evolutionarily stable...
-
Tubes containing string modules in symmetric special multiserial algebras
Symmetric special multiserial algebras are algebras that correspond to decorated hypergraphs with orientation, called Brauer configurations. In this...
-
Symmetric Chains
This chapter contains the definition and basic properties of symmetric map**s and symmetric chains.
-
On paranormed Ideal convergent sequence spaces defined by Jordan totient function
The study of sequence spaces and summability theory has been an important aspect in defining new notions of convergence for the sequences that do not...
-
Symmetry Preserving Linear Sections of the Generic Symmetric Matrix
This chapter is about linear sections of the generic symmetric matrix that are symmetric themselves. While for linear sections of the...
-
Geometric Flow, Multiplier Ideal Sheaves and Optimal Destabilizer for a Fano Manifold
In (Donaldson in J Differ Geom 70(3):453–472, 2005), it was asked whether the lower bound of the Calabi functional is achieved by a sequence of the...
-
Graphs and Algebras of Symmetric Functions
We describe an algebraic technique for operating with power series whose coefficients are represented by integrals of symmetric functions f n defined...
-
Strongly Symmetric Spaces of \(\tau \) -Measurable Operators
This chapter exhibits the theory of strongly symmetric spaces of $$\tau...
-
Dixmier-type traces on symmetric spaces associated with semifinite von Neumann algebras
We prove that a normalised linear functional on certain symmetric spaces associated with a semifinite von Neumann algebra, respects tail majorisation...
-
Stratified Hilbert Modules on Bounded Symmetric Domains
We analyze the “eigenbundle” (localization bundle) of certain Hilbert modules over bounded symmetric domains of rank r, giving rise to...
-
Symmetric Ciphers
In this chapter we approach ciphering in a more systematic way. We first concentrate on symmetric ciphers, which can be deciphered by all those who...
-
Exploiting ideal-sparsity in the generalized moment problem with application to matrix factorization ranks
We explore a new type of sparsity for the generalized moment problem (GMP) that we call ideal-sparsity . In this setting, one optimizes over a measure...
-
The Newton polytope and Lorentzian property of chromatic symmetric functions
Chromatic symmetric functions are well-studied symmetric functions in algebraic combinatorics that generalize the chromatic polynomial and are...
